Fill the Void

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Given a hollow cuboid with following positive integral dimensions $L_h$,$B_h$,$H_h$ and a positive integer $K$. You need to fill it with solid cuboid such that each solid cuboid satisfy following conditions - $L_s$ == $B_s$ (length and breadth of solid cuboid) - Let $L_s$ == $B_s$ == $A$ then $1 \leq A \leq min(L_h, B_h)$ - $1 \leq H_s \leq K$ (height of solid cuboid) Find minimum number of soli

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solution.cppC++17

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